p29 pentadecathlon hassler

p29 pentadecathlon hassler (xp29_y5252y1252ye252y1252zxo8y14c4x4c4x4ewe0aa0ewe4x4c4x4c4y18oz354r2asyac4oy6o4cyasa2r453zy01169bhe88cw33y111y411y133wc88ehb9611zy5123yu321)

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]] 
x = 1, y = 1, rule = B3/S23
b!

	This pattern is an oscillator.
	This pattern is periodic with period 29.
	This pattern runs in standard life (b3s23).
	The population fluctuates between 152 and 228.
	This evolutionary sequence works in multiple rules, from b3-ks23 through to b34q5cn6aes234c5r6i.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp29_y5252y1252ye252y1252zxo8y14c4x4c4x4ewe0aa0ewe4x4c4x4c4y18oz354r2asyac4oy6o4cyasa2r453zy01169bhe88cw33y111y411y133wc88ehb9611zy5123yu321 costs 64 gliders (true).

#CLL state-numbering golly

x = 593, y = 89, rule = B3/S23

184bo$182b2o5bobo$183b2o4b2o$190bo5$175bo$176b2o329bobo$175b2o5bo

325b2o80bo$181bo326bo81bobo$181b3o406b2o2$588bo$587bo$235b2o45b2o

42b2o55b2o55b2o62b2o61b2o18b3o$181bo52bobo44bobo41bobo54bobo54bobo

61bobo60bobo$180bo53bo46bo43bo56bo56bo63bo62bo8b2o$180b3o49b2ob4o

40b2ob4o37b2ob4o50b2ob4o50b2ob4o57b2ob4o56b2ob4o3bo2bo$231bobobo2b

o39bobobo2bo36bobobo2bo49bobobo2bo49bobobo2bo56bobobo2bo55bobobo2b

o3bo2bo$231bobo44bobo41bobo54bobo54bobo61bobo60bobo9b2o$229b2o2bo

42b2o2bo39b2o2bo12bo39b2o2bo52b2o2bo59b2o2bo58b2o2bo14bo$178bo49bo

4b2o40bo4b2o37bo4b2o11bobo36bo4b2o50bo4b2o57bo4b2o56bo4b2o12bo$

159bobo15bo50b5o42b5o39b5o13b2o37b5o7bo44b5o7bo51b5o7bo7b3o40b5o7b

o6b3o$160b2o15b3o46b2o4bo40b2o4bo37b2o4bo7bo42b2o4bo6bobo41b2o4bo

6bobo48b2o4bo6bobo6bo40b2o4bo6bobo12bobo$160bo12b2o50bo2b2o42bo2b

2o39bo2b2o8b2o42bo2b2o8bo2bo40bo2b2o8bo2bo15bo31bo2b2o8bo2bo7bo38b

o2b2o8bo2bo12b2o$172bobo50b2obo43b2obo40b2obo10b2o41b2obo10b2o41b

2obo10b2o15bo32b2obo10b2o47b2obo10b2o14bo$174bo53bo46bo43bo56bo56b

o27b3o33bo62bo$169b2o57b2o45b2o42b2o55b2o55b2o62b2o61b2o$162b2o4bo

bo159b2o56b2o55b2o62b2o61b2o$152bo8bobo6bo158b2o56bobo54bobo61bobo

60bobo$152b2o9bo113b2o42b2o8bo46b2o7b2o46b2o7b2o53b2o7b2o52b2o7b2o

4bobo$151bobo123b2o42b2o55b2o55b2o62b2o61b2o13b2o$283bo294bo6bo$

283bobo297b2o$283b2o299b2o$324b2o9b3o2b3o38b2o55b2o62b2o61b2o$152b

2o171bo9bo4bo41bo56bo63bo62bo$153b2o126b2o39b3o11bo4bo37b3o54b3o

61b3o4bo55b3o4bo$152bo69b3o55b2o40bo56bo56bo63bo6bo55bo6bo6bobo4b

3o$224bo57bo224bo62bo6b2o5bo$223bo354bo6bo$239b3o$239bo$240bo$450b

o$449bo57bo14bobo45bo$235bo213b3o55bo14b2o46bo$233b2o43bo43bo56bo

56bo63bo6bo15bo39bo6bo$40bo193b2o42b3o41b3o54b3o11bo4bo37b3o61b3o

60b3o$38bobo75bo164bo43bo56bo9bo4bo41bo7b2o54bo62bo$39b2o74bo164b

2o42b2o55b2o9b3o2b3o38b2o7bobo52b2o61b2o$115b3o118b2o209bo$112bo

123bobo282b3o53bo$110bobo123bo222b2o60bo54bobo$39bo71b2o59b2o56b2o

45b2o42b2o55b2o55b2o22bobo37b2o21bo39b2o13bo$40bo131b2o56b2o45b2o

42b2o55b2o8bo46b2o7b2o13bo39b2o7b2o52b2o7b2o$38b3o7bobo335b2o56bob

o61bobo60bobo$49b2o4bobo329b2o56b2o62b2o61b2o$49bo6b2o52b2o58b2o

56b2o45b2o42b2o55b2o55b2o62b2o61b2o$2bo53bo6bo46bo59bo57bo46bo43bo

56bo56bo63bo62bo$obo59bobo42b2obo56b2obo54b2obo43b2obo40b2obo53b2o

bo10b2o41b2obo10b2o48b2obo10b2o47b2obo10b2o$b2o43b3o13bo2bo41bo2b

2o55bo2b2o53bo2b2o42bo2b2o39bo2b2o52bo2b2o8b2o42bo2b2o8bo2bo47bo2b

2o8bo2bo13b2o31bo2b2o8bo2bo$5b3o40bo14b2o43b2o4bo53b2o4bo51b2o4bo

40b2o4bo37b2o4bo50b2o4bo7bo42b2o4bo6bobo48b2o4bo6bobo13bobo31b2o4b

o6bobo$5bo41bo62b5o55b5o53b5o42b5o39b5o52b5o13b2o37b5o7bo51b5o7bo

14bo35b5o7bo6b3o$6bo103bo4b2o53bo4b2o51bo4b2o40bo4b2o37bo4b2o50bo

4b2o11bobo36bo4b2o57bo4b2o56bo4b2o12bo$111b2o2bo55b2o2bo53b2o2bo

42b2o2bo39b2o2bo52b2o2bo12bo39b2o2bo59b2o2bo58b2o2bo14bo$113bobo

57bobo55bobo44bobo41bobo54bobo54bobo61bobo11bo48bobo9b2o$66b2o45bo

bobo2bo52bobobo2bo50bobobo2bo39bobobo2bo36bobobo2bo49bobobo2bo49bo

bobo2bo56bobobo2bo4b2o49bobobo2bo3bo2bo$65b2o47b2ob4o53b2ob4o51b2o

b4o40b2ob4o37b2ob4o50b2ob4o50b2ob4o57b2ob4o5b2o49b2ob4o3bo2bo$67bo

48bo59bo57bo46bo43bo56bo56bo63bo62bo8b2o$116bobo57bobo55bobo44bobo

41bobo54bobo54bobo61bobo60bobo$117b2o58b2o56b2o45b2o42b2o55b2o55b

2o62b2o61b2o18b3o$513b3o71bo$513bo74bo$67b2o445bo$66b2o522b2o$62b

2o4bo521bobo$61bobo526bo$63bo6$68b2o4b3o$68bobo3bo$68bo6bo!

Sample occurrences

There are 12 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	12	• • • • • • • • • • • •

Comments (1)

Displaying comments 1 to 1.

On 2021-04-07 at 11:55:16 UTC, Ignacy.Jackl wrote:

It's called 'nonacosatlon'

Please log in to post comments.